The discussion on nuclei stability analyses is a more subtle problem. Nuclei are composite states of two different components, i.e., protons and neutrons. Each one is composed of three valence quarks in the first generation. So, their baryonic numbers are far from vanishing, and it does not make sense to associate nuclear stability with leptonic annihilation. This fact completely excludes the possibility of making a stability analysis through electromagnetic decay constants, as it was successfully performed for mesons [1]}, [2]}, [3]}. Nuclear stability is associated with the arrangement of nucleons, and it is natural to look for the information associated with the different configurations. In this context, the concept of configurational entropy (CE) emerges as a natural observable to account for the nuclear stability [4]}, [5]}. Fortunately, in the last years, the holographic calculation of configurational entropy has been extensively discussed in the context of bottom-up models [6]}, [7]}, [8]}, [9]}, [10]}.
